Graphing Equations
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In collections
Graphs of Linear Equations in Two Unknowns
This example demonstrates how to use GeoGebra to graph equations. It involves the use of the Sequence command to generate a series of objects such as S, T, U, V, etc. By adjusting these objects, you can observe how different parameters affect the graph. Suitable for high school mathematics education and learning.
GeoGebra Commands & Parameters
Sequence(Segment[(x(S) + (int * i), y(S)), (x(T) + (int * i), y(T))], i, 0, (x(U) - x(T)) / int) → list1Sequence(Segment[(x(T), y(T) + (int * i)), (x(U), y(U) + (int * i))], i, 0, (y(S) - y(T)) / int) → list2Sequence(Segment[(x(S) + (int * i / 5), y(S)), (x(T) + (int * i / 5), y(T))], i, 0, (5 * (x(U) - x(T)) / int)) → list3Sequence(Segment[(x(T), y(T) + (int * i / 5)), (x(U), y(U) + (int * i / 5))], i, 0, (5 * (y(S) - y(T)) / int)) → list4